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  Fig. 5. Cell stretching images and analyzed data associated with the stretched length. (a) The images indicate that the stretching test is carried out at various volt- age inputs to the transducer; 16 Vpp ((b) Temporal displacement change at the indi- cated voltage.
The membrane properties of cancer cells were also stud- ied with an acoustic beam with the similar method17. The 5μm fibronectin-coated microbead was trapped in a 200 MHz acoustic trap and successfully attached to the mem- brane of a single breast cancer cell (MCF-7). The fibronectin proteins here allowed the microbead to be firmly attached to cell membrane. The cell membrane was then stretched by trapping the microbead in the acoustic beam. Fig. 5 shows that the cell membrane is stretched through the trapped microbead when the transducer is on. The stretched distance of the cell membrane was found to be ~4.7 μm at the input voltage of 16 Vpp.
Looking Ahead
Although optical tweezers have the advantages in resolu- tion and accurate control of smaller particles, i.e., nanoparti- cles, the direct exposure of cells to the optical tapping laser beam may cause changes in cellular properties. Those disad- vantages may place severe limits in the application of this technology. Acoustic tweezers that do not have these prob- lems may serve as an alternative to optical tweezers in many of these studies. Biomedical applications including measur- ing white cell adhesive forces are being explored in the NIH TRC at the University of Southern California.AT
References
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8 Felgner, H., Muller, O., and Schliwa, M., (1995) “Calibration of light forces in optical tweezers,” Appl Opt, 34, pp. 977-982.
9 Lee, J., Jeong, J. S., and Shung, K. K., (2013) “Microfluidic acoustic trapping force and stiffness measurement using viscous drag effect,” Ultrasonics, 53, pp. 249-254.
10 Lee, J., Lee, C., and Shung, K. K., (2010) “Calibration of sound forces in acoustic traps,” IEEE Trans Ultrason Ferroelectr Freq Control, 57, pp. 2305-2310.
11 Li, Y., Lee, C., Lam, K. H., and Shung, K. K., (2013) “A simple method for evaluating the trapping performance of acoustic tweezers,” Appl Phys Lett, 102, p. 84102.
12 Lam, K. H., Hsu, H. S., Li, Y., Lee, C., Lin, A., Zhou, Q., Kim, E. S., and Shung, K. K., (2013) “Ultrahigh frequency lensless ultra- sonic transducers for acoustic tweezers application,” Biotechnol Bioeng, 110, pp. 881-886.
13 Cannata, J. M., Ritter, T. A., Chen, W. H., Silverman, R. H., and Shung, K. K., (2003) “Design of efficient, broadband single-ele- ment (20-80 MHz) ultrasonic transducers for medical imaging applications,” IEEE Trans Ultrason Ferroelectr Freq Control, 50, pp. 1548-1557.
14 Hsu, H. S., Zheng, F., Li, Y., Lee, C., Zhou, Q., and Shung, K. K., (2012) “Focused high frequency needle transducer for ultrason- ic imaging and trapping,” Appl Phys Lett, 101, p. 24105.
15 Jeong, J. S. and Shung, K. K., (2013) “Improved fabrication of focused single element P(VDF-TrFE) transducer for high fre- quency ultrasound applications,” Ultrasonics, 53, pp. 455-458.
16 Zheng, F., Li, Y., Hsu, H. S., Liu, C., Tat Chiu, C., Lee, C., Ham Kim, H., and Shung, K. K., (2012) “Acoustic trapping with a high frequency linear phased array,” Appl Phys Lett, 101, p. 214104.
17 Hwang, J. Y., Lee, C., and Shung, K. K., (2013) “Characterization of Cell Membrane by Acoustic Tweezers,” 11th Annual Ultrasonic Transducer Engineering Conference, 2B3
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